Friday, February 23

Solid state and Nuclear Physics Notes - 01 (Unit -1) B.Sc.- III

Online Best Notes 23 February Physics , 0 Comments

(Syllabus is according to lucknow university, also helpful for competitive exams, solid state chapter )

Like Onlinebestnotes Facebook Page

Detailed topics-

Basis
Crystalline and amorphous solid
Face
Unit cell
Primitive unit cell
Wigner seitz cell
Reciprocal lattice

Like Onlinebestnotes Facebook Page

Brillian zone
Q) - To construct a Brillian zone having length and width ratio 3?

Miller Indices
Q) - Write down miller indices of (6 3 2)?
Q) Draw the structure of (1 1 1)?

Miller Indices Que- Write down miller indices of (6 3 2)?

Miller Indices Que- Write down miller indices of (6 3 2)?, Draw the structure of (1 1 1)?

Like Onlinebestnotes Facebook Page

Elements of symmetry
Plane of symmetry
Axis of symmetry
Center of symmetry
Simple cubic lattice
Body centered cubic lattice
Face centered cubic lattice
Bragg's law
Lau Experiment

Simple cubic lattice Body centered cubic lattice Face centered cubic lattice

Like Onlinebestnotes Facebook Page

Bravis lattice structure
Cubic structure
Tetragonal structure
Trigonal or Rhombohedral structure
Orthorhombic structure
Hexagonal structure
Monoclinic structure
Triclinic structure

Orthorhombic structure Hexagonal structure

Monoclinic structure Triclinic structure

Like Onlinebestnotes Facebook Page

Modulang energy
Proof of Modulang energy
Cohsive energy
Lattice energy
Q) Show that a lattice can not have five fold of symmetry operation .
Interplanner spacing

Like Onlinebestnotes Facebook Page

Point group
Space group
Quenching
Q) Find out the direct reciprocal lattice vector of FCC lattice ? and also find the number of lattice point per unit cell of FCC lattice .
Q) Find out the direct reciprocal lattice vector of BCC lattice ?
Q) Calculate the glancing angle of (1 0 0) plane if a= 2.814 À and X-ray of wavelength 0.710 À .